According to data from the network explorer, a minimum of 4 Million new accounts have interacted with the community in the month of October only. If a cryptocurrency’s RSI reading is above 70, that is an indication that it is at present overvalued. Usually, this happens when a cryptocurrency has seen an enormous value improve in a short period of time. In such scenarios, there is usually a value correction that occurs when merchants promote to secure earnings. However, simply because a cryptocurrency’s RSI is high, that doesn't essentially mean that it’s a bad funding. It’s additionally important to assume about the coin’s fundamentals, in addition to different technical indicators.
It can be one of many fastest-growing decentralized tasks within the crypto-verse. This is evidenced by the truth that it has processed $1.5+ Trillion value of crypto trades so far. You ought to think about buying Solana because it is resilient and obedient to market trends.
Token distribution spans a five-year period, with a deflationary design geared toward reducing the whole provide to find a way to enhance the value of the cryptocurrency over time. Therefore, a crypto asset is taken into account undervalued crypto when it trades under its presumably fitting valuation. SUI is simply 16% down from its report high and has a high market cap/FDV ratio. However, compared to different widely used L-1 networks, the asset could still develop tangibly as more users and developers flock to the network.
And that is the reason why they have helped hold their position among the many ten most valuable cryptos. Both these downward worth drivers are, however, about to be resolved. For starters, the bears are losing grip of the market as Bitcoin’s halving occasion attracts ever close to. It is predicted to trigger the biggest bull market, but which would mean explosive positive aspects for SHIB.
<img class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="607px" alt="most undervalued crypto" 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">
The past month was challenging for the altcoin, because it experienced a worth decline of over 42%. Following the current drop, HNT has successfully found help at an important level of $5.ninety and is now exhibiting indicators of a reversal on the every day time frame. Based on its current worth motion, if HNT manages to hold above the $5.50 mark, there is a sturdy possibility it may surge by 45% to achieve the $9.50 stage within the close to future. In this article, we’ll discover the highest 10 low-cap altcoins that could skyrocket in 2025. These altcoins have been selected primarily based on investor curiosity and strong bullish price action. Tezos USD&nbsp;(XTZ-USD) is an underrated, undervalued, and hidden gem cryptocurrency with a lot potential for long-term growth.
SEI's value skyrocketed, hitting an enormous $1.seventy five billion market cap after hovering by a formidable 290% in simply half a yr. Render Token (RNDR) is distinguishing itself within the blockchain and digital rendering sector, backed by a collection of strategic developments. The token's worth stands around $3.eighty five, showcasing a strong market position with a #57 rank and a market cap of roughly $1.forty five billion. RNDR's efficiency over the past six months exhibits a considerable 104.68% development, underlined by a robust year-on-year enhance of 591.99%. The presale section of PawFury caters to more than a token sale; it offers an avenue for stakeholders in a future that seamlessly integrates gaming and financial alternatives. With every passing hour, the worth of PAW Tokens will increase, signifying rising demand and presenting early stakeholders with substantial development potential.
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Zilliqa is utilized in varied sectors, including finance, gaming, and digital advertising. Its excessive throughput and low transaction charges make it an attractive choice for businesses looking to leverage blockchain expertise. Harmony (ONE) is a blockchain platform designed to facilitate the creation and use of decentralized purposes (dApps). Harmony achieves this through a method known as sharding, which splits the community into smaller, faster segments.
This uptick is attributed to the Render Network's spectacular Q3 performance when it saw a 75% improve in Render (RNDR) payouts in comparability with Q2. However, it is noteworthy that there's been a 46% decrease in new investors, because of a potential market saturation. Trade volumes can give you perception into how a cryptocurrency may carry out. Increasing volume usually signifies a better degree of liquidity, that means there are a lot of patrons for the cash owners need to promote. Algorand is working on making its blockchain compatible with Ethereum, which would give it better access to decentralized apps. Therefore, the community might need more worth than the coin value suggests.
The Aptos (APT) value hovers between $6.08 and $8.sixteen, having the 10-day moving common at $8.21 and the 100-day moving common at $6.34. The asset finds support levels at $3.eleven and $5.19, in addition to resistance levels at $9.35 and $11.43. Despite a big token unlock, Aptos (APT), a layer-1 blockchain, has demonstrated resilience and hit a six-month high. The substantial venture capital Aptos (APT) attracted signifies robust market confidence. The cryptocurrency market exhibits a outstanding upswing with its global cap having surged to $1.6 trillion.
<ul> <li>This growth is indicative of the outstanding achievements by Sui DeFi builders, solidifying its position as a outstanding participant within the crypto area.</li> <li>Purchasing a crypto while it is undervalued is the finest way to maximise earnings and benefit from future growth.</li> <li>A extremely in style crypto with a low token supply and group help will at all times be extremely priceless.</li> <li>In this section, the market is bearish, and the prices of an asset have hit their bottom.</li> <li>ScapesMania (MANIA) is a well-balanced, meticulously designed project that acts as a gaming ecosystem.</li></ul>
<h2>Solana Whales Diversify: The Hidden Altcoins They Won’t Stop Buying</h2>
In the 18 months leading to November 2021, for example, SOL rallied by close to 120,000%. This is based on the truth that it has shed greater than 97% of its 2021 highs in 12 months. Heading into the primary quarter of 2025, SOL was nonetheless buying and selling 90%+ under that all-time excessive. EToro is among the greatest places to buy and put money into crypto for beginners. The process of buying crypto here is easy, the exchange is adequately liquid, maintains inexpensive deposit/trading limits, and can be clear with the buying and selling fees.

With a market cap of just $30 Million, TARA is considerably undervalued. As the staff makes extra effort to grow the expertise and market the project higher, the project’s value is about to grow in the near future. However, the project’s relevance has increased, in comparability with when it reached its report high. Helium ticks the packing containers for undervaluation, despite having a market cap of over a billion dollars. ZkSync is an Ethereum scaling solution that makes use of Zero-knowledge and Roll-up technologies to enhance the speed and cost-efficiency of blockchain transactions. It creates an external execution setting and makes use of the roll-up expertise to submit knowledge or transactions executed in this surroundings to the Ethereum mainnet.
<img class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="604px" alt=" <a href=" https: pumpedge.com ">most undervalued crypto " 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DQV88bKa/fvlUOkDb1DZJL13F9Fm5BqbBINl/r+Lei/Q+RQVyjudPFxQyKcGRybteiUb7UNneeLkcOiY2Rwin4i0nR0XhLpYw8S2NcVKoa/GGPX/4r/dzmPmMh1tvop2EZYEsPVPmHHYFh0ofF+PVhu8knLhr97TGAf11l1+FsiwtSQMErhT0SalCqAIn1kHnCB9dxWRVCL9L4MJMaI6WXq8YZCwlpNMrX6XHFaeliTjKcWaRo6l6xbbPGyYgs/bxHJPwVAkT7wtImcagu8VCYTlIJduYBXyWoRrvcdLFLjOKVLmobO3e3jDd8MjkXq2ANZRKQvaBWwSINdbQOXVrFLRin0VRP+eguJLxi4yBQ4OeqjXas0DZ1LBkQYGxw7RVvPFsgiIn1GVwmRBnmVyGhbYFalm8BiJBqTKjeUC4k3u8h2PrBVi95v11/SNnQuWaM45buakp+ItBBdIUQa4Kc2sJ+rEP6KizxIGf6qMc563unn1jCt5BkiByUFLk0Z/nYNhukKfyLSgnQPoEiGZgPjbIE/VFrhC5hi+KtHueNsGQwXBRX5y/kIuMR6ZlTZ0LmkAzjZO/ZUlVVEWpTOXiIZ+ZOJDE86y4a/0n8xUHf4Kx0ndjtudw/byO2mf1vDNLNSQ+cbq2zoXDI0wjWFROFPRFqaygMiGTjPemb2Ux8+Y0yvk71TnGfzgmFlTVHOl7qhczfbB8P44Bisv6eItDhNAYvU4VkipzrPv8qsGI0AxcbItbZ3qSSWOf56AX4cOhrye1vNPSZwrvW8k/JlcBGOjY6Dgqp+IpIPqgCK1Og6G5haTXsXyGS6t+zvKB6/pwbST1u4BM+o4Bo6hmZWS0PnkqUjnO2d9vIVkVxRABRJ6b9ERjvPo5X6xNXQ3qVevS0IucYGtguGDdosxNTa0Llkk2iY7B1LacpXRHJGU8AiKfzKBs6xnvfL/VAGq3vr0ds2citEuNEnbXP/Wi0NneeLkcODY0TUXr4ikk86t4lUYQ6R7znPmArhL8tvU18Mhinezb9/sGq9/PxrBqZUMWXd6jpj5GobOCAp1BT+logwNSQco/AnIjmmKWCRCh4hMNp5Xi+3jy9d06/GmLqrf4sBp3vHjsU2IwcFx3Wu+hXG5Raa3GUj28XAzjltYfIMkdFJgX/V+BJ8MhrO9o7l26RKKiLtS1PAImVcZApc76r4iGQ07btZgAmhg2W6/VuByMGuwHMZZZLBEWb6hGVzFHJqbejc3T7B8K3gSHL0dxER6Y0CoEgPnjeRU2350JVle5cO4Bvesm/seaXuv4kcmBRSbVNWbpeQTaLhUp+PCYA/m8BE6/lPjS/BoAjjg2OHnFZFRUR6ojOeyEJmGF+x4lZaaGGMqTv8DYtwrU96DX8Aq2P4Zso2LuV2CXnERG4zrX0/4HvABFvgOFd7+FsjwnSfKPyJSNtRBVCk6E269vH9vyp6xcXS/X51MDFyYHAcEywdVR7rm7bAwzX0sutJBzCjkLTkLiG1NnTubtdgOC04BrTg8xcRqZcCoAhwnwlMcn3X3mXFCJNCwgYx3fHeIbK362R2inFU2iXkqpC0zH1v9TR0LukAvhscX9GuHiLSxnQGlLb2AZEJtsD3K4S/mLYVSxlfDIYbffrwB7AkhrEh3b17pWnqnp7B0xau7Kc9jNOIwK3GM9wV6gp/QyNcU0gU/kSk7eXjLnCRGswykdNtoeL9Y1lM98LH27vUavto+UoI/DRlEOrtGVxjPNvSvLuEvEBkoi3wtzqH97loGeNt2zTCFhEpR1PA0pYutp7p1VS+GtjepR4fEjnAFXgl5dDK7RIywycMbLJw9G8iI1yhrnv9AL7lLfuXWWQjItJumvMrv0iDvFjsqVdN+IsZhL8O4ERv+VGG4Q9gIIbJIelq85JGmV1Czm3CXUJOqTP8LRvhCp8o/ImILEQBUNrGLcZzoOvkmTLbg0XKL5pIo5r2LvVYPxqOTnnscs/pThu53zTP/YBPmsizdbwEWwTD9T5hwxrutRQRyTsFQMm9t4mc4Aqc6wIflQlApcbOWbR3OThYflxIWLPB4ePw4FivhszWWwQebwu8kemOxrV7uo5xHOktU0PCkk02pS0i0iwUACXX7jeBfV2BhypU/eB/jZ3rsWKEK0IHxwdXdW+/elhgckgYkFFmm20Mp7vmmwqu1uIxMtU7RmjKV0SkLAVAyaW5wBm2wMnO8265HT1izKxGVE97l3qsjOE7KdualBvhIyZyYxPsErJqylD76Wi4wXewhXb1EBGpSGdKyZ2/E9nfdVZskxKpv+IHXe1dzvKOcSFhUD9NOX45OrYL2f3uH7nAv/t5KvgzWFapcgj7Bss0n7C8pnxFRKqiNjCSK1dazxUVVvhGuu7Ta8b2LvV4D9jPdfJmRhloWITphYRF+mAquzcvETk0KfTapHtghHHe8Tl9lxURSUVnTcmFl4kc5jorhj/IJvw1qr1LPZYAJvn09751X/nc3XMGLnH9uyp4FQxX+KTH6uaXilPuCn8iIumpAigt7w4TON965pa71w8yWeELXZWxM0PjV/jW6jzrmZlye7dedzuJkUt8wqZNELJeJvKgCSyGYZtoWaK/ByQi0sIUAKVlvUNkovX8odKWaDFmcr+fiZGDomOkt32ywrdW82LkwKTAC2l3CeklBC4T4WafaAs1EZEc6f+v9SI1eJCu9i7lwl+p6ocxLdfepR6LGMNZPqEjo+O9aWBSE+4SIiIitVMAlJYyDzjHer6V+LJbhM1v75JBWPtSP7V3qcdaGEaFGnYJ6WWruN/YyC+baJcQERGpj6aApWU8bSKn2gIvVchhkfJ97qq1GHC6d+zYon3lIjDKFXikTBPsnh/Y8yKZwRFu9AkraCpYRKTlteaVTdrONcZziCsf/kqrWbOIJ5sFmFnoaNnwB10heJJ3DK7lK14PlcA5Bk51vkk2ihMRkXq07tVN2sKrRI62nRXbkZR6+9V7r18HcJJ3TdXepR7LYjgt5VQwxvQ6df64ify4CXYJERGR+igAStO60wQOdAX+Vu5dGmNm9/sNi3BjIWF4C1f9erJztHwxw11CLrOBZ1UHFBFpaboHUJrObGCS8/y20qKD0jRlm7R3qcccIvu7Aq+leXoxEo3pcUp9tQjX+w4WyWqAIiLSp/JV6pCW9ycTGZ50lg1/3du71Bv+Wqm9Sz0GYzjDu65dUKplTK8//4KBC9UaRkSkZSkAStM433qOdwXeqvBz7dzepR4bYDkkpr8fsLfIeIsNPKTWMCIiLUlTwNLvniVyqvP8q1K7kgz28IXWb+9SjwKRI2yBp1M+9d5a6ywZ4WbfoW3ZRERaTPtdAaWpXGcDBySFsuGv1N4li/CXh/Yu9UgwTA7pdwkx0GNrmHcMjLeFLIYmkkuvEelMc+uFSB9pz6ug9Lv/EhnpCkytcB9ZjFHtXTK2MoYTfXYf/T/YyE/UGkZkAXOIPGACi0Ou7y+W1qUAKH3uPhPYzxV4tNyUb4xQCn5q75K5r0fHp9Pe+1jmdfiBDbys1jAiADxkAg+ayLbRMkg750iT0hVR+swcIqOt5/vOM6fcOTHD9i6HBMuPCwmr6iT8MWd6x4C0u8QV/7ewuQZOsQW0JETa2dtEzrOexSPsoi+c0uT0DpU+8QiBfV2Bu20Vvf0ybO9yXM7bu9RjBQzfTblLiKErWPcUAp+2cKXR/YDSnn5mPJOt56hg+VQbXlrn0vUlX1pH+71Lpc9NNQWOSTyvV8hhEdTepY/tHi3bpd0lpEx/wKts4KlKq7lFcuRVIse4Aq8CZ4WEIW042/AckQ+JDG7D597K1AZGGuZ5EznVFniuUvDLYJEHtHd7l3q8B+znOnkzxUsQiwGwp9dtpQg3+ISBuhhIjgXgBhu4yXjGBMcWbXjeeYfIQybyuWgZ0N+DkdTa7x0rfWKmCRzs+i78tXt7l3osAUzyKaeCjcH00iT6FQPnaZcQybF/EjnEdXKvCVzlk7YMf78l8IiJfEHhr2W137tWGupN4DjbyXnO01nuB4v3kWXR3uXkoPYu9doUy74hu9PBz2zkfu0SIjnTGSMXW88hrsDG0XCFdyzfZpXut4hMMQVWw+gLd4vTFLBk5n4TGOc87/fR7xsW4RyvFb5ZmRcjByYFXkj55+xtl5DFY+QW38GSen0kBx4lMN553gLGBsdObRh+7jSBv5nAt0Oiql8OtN87WDL3AZEJ1nNyleGv3m8cau/SGIsYw1k+/S4hPe0QAjDbGMZoKlha3Bwik22Bka7AIsC1Pmm78Pc6kZNsgQJwisJfbrTXu1gyN8tE9ncF7qzU3qWbeiKb2rs01loYjknbGqbM6/CwjczULiHSoh4wgX1cgdttZNdome4TVmuzL523m8CJznNccHy1zYJv3mkKWGp2ifVckyL4zVfjvr67B8PJwamzfoNFYJQr8EhG7Vw6gOsLCavrdZMW8TaRs63nPhvnbyP5tTYLP68RGec8S0UYo6pfLikASmovEjnVeZ6pNSDUEABXjTDTd6hk3UfeIDLcFcrv2NKTXl7bYbFr6ixRCJQm9zPjudB6ZhvDChHO9Qnrtdn7dqYNXGk83wiWPWK6GQFpHbqeSiq3Gs+BrrP28AfQS/uQcl40cLXuJ+szy2L4Xg0n/t62invOwCWaCpYm9iqREa7AJBeYbQxbB8MNbRb+XiJylO3kJuO5wicKfzmnAChVeZvICa7AOS7wUZ333g0cNIj9DzgA59KdXK4wXrtM9KHdgmWnlLuEGGN6XRRynQ3M0m7B0mQCXe/N4a6Tx0zExsix3vKDkLBYG4W/G4xnf9fJ8hhu8B26ZaMNaApYKnqQwFjneTeD88F666/PkUePYMiQIdz9q19x680zUz1+pQgzfAeL1D8UqcIcIvu4Qma7hKwQ4UafaMsoaQr/JDLOFfhH8e24ZIRzvWPDNqqN/JvIeOf5J4HvBseXVfVrG+3zLpfU5gJn2gLfSuoPf0lHB/vtfwAnnvwdhgwZAsDnd92VddZdN9VxunaZKNQ3GKnaYEzXLiG9VPV6UtolpKfHvGbgLE3lSz/r3tC5FP42iF1Tvu0U/qYbz/CkwGwi1/oOhb820z7vdEnl70T2d53cYesvEK+08sqMHTeeHXfeeYF/N8Zw9MhjGDAg3fqy223kIe0y0Wc2xXJgDbuExF5uFbjbRu7V6yf95HECw5MC023AGyBGDg6Wy3zCMm1SmX6OyKG2k4tdYOdguF5Tvm1JU8DyMdOs5/Ja2rv0YNcvfIG99t6n7M/85c9/5vJLL0l13CUjzPCJdpnoI/Ni5NCk8t7OC+ttl5DBEWb6hGX1+kkfmUPkIuu53YT5K9UHR5gUHNu0UYuX0vl90Rj5XkjYvY2euyxIAVDme5nIaa7Akxlck5dccklGjBrFWmutXdXPT7v8cv7v/x5O9Tu2DIaLQlLL8KQG/6Zrq7iyezynsG2A80PqfUdEUnvABM6wfoF7WdeKcL5PWLFNvoS8TGSM8zxuIsMinOXVm7PdKfoLAD+1gQMzCn9bbLEl4ydOqjr8ARx48MEstdRSqX7PwzZ2fZuXPrE6huN9dqeMByw8qtdPGuhtIt+3BU50C4a/PYNheqF9wt+11vP1pMDjJrJ7sEzXlK+gCmDbe4fIROv5Qwb3+g0YMIDDjjiSTTbdtKbHP/fss5w9+cxUj+kAZhQSVtbJrM8cU8MuIb1NBX8uGM5WFVcaoHtD55JFI5wWHLu1ybTn8yYy2nr+Ybp2NBnnHbu0yXOXyhQA29ifTOR0W+CdDLLTOuusy5EjRqSu4i3s1ltu5u5f/jLVY9YLcE3QLiF95Q0i+7nOBS6stXIRfq8dQiRDrxIZ6zyPLfQlZdXirh5rtsF7zQM/toFp1tMJrBZhiqZ8ZSG6ZrahecC51nO8yyb87T18X07+3vfqDn8Ae37t6wxdaaVUj3nadjWJlr6xLIaxNVTtYg9tYbyBJ1PvCyPycQs3dO5u+2C4tk3C37NEDnKdXFoMf7sHq1W+0iMFwDbztOlq73JLBqt8Vxw6lHETJ/H5XVuiZY8AACAASURBVHfNYGRdnHMcc+yxJB3pFgdcbbVLSF+ZQ+Q3tdy710vF8A1dl6RO/yRyiOtkqvXM6/Y+S4ATvWVKSBiY8wA0r9jb8GDXtVp/0Rg5wzvGBKfG+dIjBcA2co3panz6UgbnwZ0//3nGT5zE0KFD6z/YQlZccSh77zM81WOiMZxiC3yoalJDzTKRA1yBu2q5Z7SXZtKq3UqtemroXLJchMsLjn3boLnxkyayf7fehqtFuMF36H4/KUt3X7eBV4mMtgVmZXAuWGLIEI4eOZJ1112v/oOVseNOO/HYo4/w5N//XvVjXjFwvvWcpkUFmSsQudJ4rrGh1wbPFfXyuOWV2aUGjxMYnXhe6eFttXkwnBEcQ3Je9fsIuMR6bjJ+/udyj2D5rqp+UgUtAsm5u0xgivXMyeA8uPGmm3LoYYczaNCg+g9Whfdnz+b0U0/hww8/TPW4Kd6xvb75ZuZlIt93nmfqnGLvbSXwLwoJS+f8Qi3Z6amhc4mJkSOC4+jocv+OmkXgdOf5T/GJLhojY0Kiqp9UTQEwp2YDk5zntxn0WRswYAD7H3gQW229df0DS+mxxx7l4qlTUz1m8Ri5xXdol5AM3G4C59sCH9W74rc0/bvQcdYPMF3NoKVKPTV0LlkiwhnBsUXOA9CHRC6ygduMn/95GlZc4byKznmSgubKcugRAqcmnrcyONZaw9biyBEjWGbZZTM4WnobbbQx2263PQ/84f6qHzPbGMZYr11C6vBOsZXGQ6a3ul31YoxgTI9H2TXogiWVvU3kbOu5r5d7Tz8ZDWd7x/I5D0B/ITDOef5roPS5/EowfNc7OjJoyyTtRVfInLnAem7KaB/fr319L77wpS9lcqx67Lv//jz91JO88cYbVT/mYRu5NXr2aoMbwLP2YPEik0WLIGLE9HJhWirCl9HrI+X11NC5u32C4VvB5bqX5Psxcr4L3Nnt3L7AlG9+n7o0kKaAc+JZIqc6z78yaIWy3PLLM+rY41h5lVUyGFk2/v3vf3PmxAmpHqNdQtL5CLjQem7N6AtEJT/0CZtHvTbSs94aOpcMiDAxOHbI+ZTvAyYwwS74hUxTvpIFBcAcuN4GLrLZNNP43I47sffw4XSk7MPXF356x+3c+bOfpXrMegGuCtppopJniXw3oxZBxEjsZcq35PhgOTio+icfF4AbbOAyU1igp193axQD0Go5/ly/B5xjPb9e6AvZnsFwsqZ8JQOaAm5h/yUy2nkezaDqt9jii3P0iJGs/4lPZDCyxtjjK19l1mOP8cILL1T9mKctXEFglMJGjwJwrfFc7gKFeg9WCn4Vwt+R3nCwpualB/8kMm5+T7+e30W7BsNpwTEgx+HvHhM4d6Gq36IxMjEkfFZTvpIRVQBb1D0mMNl53s/gWBttvDGHHHY4iy22WAZHa6zXX3+dCWPHMG/evKofY2LkCp+wgfqeL+C/RE7NqD9kuYUe3Z3kHcNzPmUn6XXGyBUucJ3pamTckw7gZO/YM8fvn7eJTLCePy602EVTvtIICoAtZk5xNdyvatmJYSGLLroow/ffn+222z6DkfWdP9x/P9dOvybVY1aIMMPnfzuoakTgJuO5woa6+0OW9vftbaFHybAIZ4aENXXPnyzkcQKjXc8NnUtWiHC+T1g7x5/fO03gAlv42GIXTflKo2gKuIXMMpFTbIHXMzgPrL7GGhw98hiWW265+g/Wx7bbfnsee+QR/va3x6p+zGsGzrWBMW0+FfwmcKorZHLbQKRy8DMxcmCwHBN0AZMFlWvo3N3WwTApOBbLafh7jch45/nLQi2XBkYYH5ymfKVhVAFsEVON5zqXzerMPb76Vb68x1cyOVZ/+eCDDxh96im8/366SfB23iXkPhOYlNFtA6WTRrnr0nIRJoeEDVT1k4WUa+hcYmNkVHAckuP7RW8znqk28MFCf4dhxYrnUCU/aSAFwCb3vOm6T+u5DM4Dyy67LCOPPY7VVlut/oM1gb8/8QQXXnB+qse04y4hc4hMsZ67MrhtoJrgB/DFYPhOcAxuo7+zVFapoXPJ0hHO9o4Nc3rf7qtExlrPYz38Hb4eLCd6q4q5NJwCYBO72QYutJ7ODI61/Q47MHy//VlkkXxtEX7j9dfz2/t+k+oxWwbTNruEzDKR021h/n6h9YhlmjqXLAac7h07tmmVVXpXqaFzyQbRcK53LJXDLw8RmGE8F1v/se0VF5jyFekD7XEVbDFvAmNsJ3/O4DwwePBgjjjqaD69wQb1H6wJ7T18OE/+/e+89tp/qn7MwzYyk8DwkN8TbWlV5Y+NJ2ZRSagi/G0WYELoYJn6f5vkyIINncu8h2Lk4OgYFVwu94d5ka4vY09ZWPjvsHY0TPFOU77Sp1QBbDK/JXCG87yXwXngUxtswOGHH8HiSyxR/8Ga2MsvvcSkCeMJofp7JDuA6wsJq+fwhPticVeYZzJY6AHFxR5l/vsiMfLNmLBPjgO1pFdq6Hy5KXys2rWwwREmBcc2Oax+eeA647nChR5nc/YKlm9rylf6gQJgk/iAyBS74F6Ptero6GD4vvuxw+c+l8HIWsMv77qLn9x2a6rHDItwrc/XLiG3Gs8FvVxo0ihN91aa9l0vwBkhYdUc/Q2lfgs2dC5v3WKPuxVz+B4qdw+3pnylv2kKuAn8ncgpLpv7tFZdbTVGjDyG5VdYof6DtZDdvvhFHn30EZ5/7rmqH/Ocgcts4LgctIZ5m8g453koq/Yuxf+7t/BnYuSQ6DhalQvpppqGzt3tGQwnecciOXsPdcbIVTbw41522NGUrzQDVQD72aWmwNUum5fgi7vvzp5f+3omx2pFb7/1FuPGjGbu3LnVPyhGrmzxXUIeJDDWed7N4lY/Kq/wXTHCJLV3kYVU09C5ZNEIpwXHbjmsfj1DYLQL/KuXL2P7eMMJ6ospTUABsJ+8XNyG66kMzn/LLLMsR40YwbC11qr/YC3uoYce5Oorr0z1mFbdJeRDIj+wntszaO8CQHE7t3J2D5aTg2VQi/2tpHGqbehcsmpxynfNnL2HOmPkUhu4wXpCD3+HgRHOCI5tcxh6pTVpCrgf/N4Exlr/seaftdh6m23Z74ADGDBgQP0Hy4Gtttqaxx55hL/+5S9VP+Y1A+dYz9gWag3ztIl83xaqqrZUEmPsuhSXuXgPiTA6tG8TbenZgg2dK78ZdwyGscG13JetSmYRGJOUqp8ff26a8pVm1DpXvJz4gfXcmMFCj4GDBnH4kUey0UYbZzCqfDn0sMP55z/+wXvvvVf1Y+6ykZ1iaPqA44Hp1nNllfdYlVWs+FVq77JVNIzLaV82qU21DZ1LEuAE7xje5J+vtD4CppoCN9veq5+a8pVmpSngPvIm8D3byawMzn/rrb8+Rx49giFDhtR/sJx65umnOe/cc1I9ZvEYucl3sGyTBp1Xi4uFnsyo6ocxZZ/pojFyQnDsleOtuCS9nxvPD6po6FyyXHFXj0+18H22PXm0OJPT2+K9wcBErylfaV4KgH1glomcbAu8U+eFO+noYK+992annXfJZmA5d/PMGdxz992pHrNJNFzqm68w/nPjmWIDH9b5Hoqx6+Neqeq3bjSc6Z3au8h8CzZ0rs7mwXBGcAzJ0ftoDpELreeOMtXPtaPhfO9YIUfPW/Kn+a50OXON8Vzi6p/yXWnllRlxzCiGDh2awajaw9e+vhdPPP44r77yStWPecREZhjPvk1S9ZoNjLMF/pDFQo8qdvOwMXJocBwVba76I0rt0jR0LjExclR0HBlcrt5FD5nAhPn3PPZseLB8U+2RpAWoAtggc4HTMrpw7/qFL7DX3vvUP6g29J//vMqEsWPx3lf9mGbZJeRPJjLGFXgri4NVscJ3pQhn+IRP5uqSLfVI09C5ZIniatctcjT1+R5wni3wyzLnc035SqtRAGyAt4gc7wo8W+d1dMkll2TEqFGstdba2QysTd37618zc8ZNqR4zLML0QtIvDWrnAVOtZ2YGi4WIsau3X4Xn8dVgODEkaC25QPqGziWfjIazvWP5HH2JeMAExtvyfTbXD3BOSDTlKy1FU8AZe85EvmkLvF7neWDzLbfkoIMOZsDAgdkMrI3t/PnP88gjf+UfzzxT9WO6dgnxfCP27Ufk2eI+vr01ka1FufA3JMJ479g6ZzfoS+0eJzA6qa6hc3fDg+WEkJ9bB94hclYVK533C5Zv5Oh5S/tQBTBD/2cC36uzv9+AgQM5+JBD2WzzzbMbmPDuu+8y9vTT+PDDD6t/UB/uEhKB623gEut73Doq1bGq6OsHau8iC0rb0LlkQISJwbFDjqY+f2kC51eo+mnKV1qdAmBG7jSBCa76+8x6ssoqq3Ls8cezzLLLZjQq6e6xxx7l4qlTUz1mhQg3+oTBDQxJ/yUy2nkezajqV2k7N1X9ZGELNnSu3hrFXT1Wy8mXiDeITLCehytU/TTlK3mgAJiBi61nep33a+208y7su//+GY1IenPNtGk8+OAfUz1mt2CY0KBdQu4zgYnWMyej9i6Vevup6ifdpW3o3N2uwXBacAzIyXvpDhO40HnmVPi5/YPleE35Sg7oHsA6nW49v64j/A0cNIgjjjyKDTfaKMNRSW/2P+ggnnrqSd5+++2qH/MrG/lsDOyc4VTP+zFyjvP8qo/auwCcHBz7BFX9pEvahs4lHcDJ3rFnTqY+XyMy2noeq/BZHAyc6R1b5eR5i6gCWIfv20JN35xL1hw2jFHHHa8dPfrYc88+y9mTz0z1mMERZvokk11CZpnIKRksFAKqau+ips7SXS0NnUtWiHC+T1g7B++lCNxsAxcbX7HBuqZ8JY8UAGs0tkJPqEp2/vznGb7vfhmOSNK4/Se38Ys770z1mE2i4RJf+8RPZ4xc5gLXGU+st71MjMQK070ABwfL8aE5mlpL/6qloXN3WwfDpOBYLAch6GUiY5zn8UohOEYODJZjo9OUr+SOpoBrMMYW6pq6O+DAg/jsjjtmOCJJa4+vfJUnZs3ihRdeqPoxj5jIjcZzQA27hLxI5LtJgee6luemfnxPyh1luQiTQ8IGURctWbihc7r3hI2RY6Pj4Bx8kSiF4MtMgXkVQvDiMTIpJJryldxSBTClidbz8xrv+Us6Ohh17LF8eoMNMx6V1OL1119n3JjRFDo7q35MLbuEzLSBi6yn+t/Ss2rbu3whGL4bXENXLktrqLWhc8nSEc72jg1zsGL8edN1r98/qpj6Xj/AeSGbWz5EmpUCYApnW89tNYa/QYMG8a0TT2L1NdbIeFRSj9//9rdcf921qR5T7S4hbxM53Rb4cx9dOwdHGB0cO6piIRQbOrv0DZ1LNoiGc3OwYtwD063nKhsqfwmLkYOCZZSmfKUN6EpRpXrC39LLLMMpp49W+GtCO3zuc3zik59M9ZjnDFziyr8X7jeBfV394S/GOH87t3I2joabfKLwJ8whMtkWONIVagt/MXJIsFzmk5YPf88SOch1clkV4W/xGLkwJHwjJgp/0hZUAazCtdbzwxrD32qrr84J3/o2iy2+eMajkqy8P3s2Y0efzvvvv1/9g2LkEp+w6ULfoT4gcr4N/CyjfXyr2ZHhG8FxkNq7CLU3dC4ZHGFScGzT4l8k5sXIlSmmvj9d3MNYU77SThQAK3jIBE6ocYePNdZck2+fdDIDBgzIeFSStb8/8QQXXnB+qscsE+HmbruE/J3IabVWXRZSaTcPgDWK7V3W0kWr7b1N5Bzr+U0di9PWLe7qsWKLv5+eNF23XrxUzdOIkYOjY1RwtP4SF5F0WvtrXoM9ZyLftwp/7eCTn/oU2+/w2VSPedPAJOvxwJXWc6TrrD/8Fad7Kx1meLDM8InCn/Bz49nHddYV/vYMhmmF1g5/HwEXWM/htrOq8Fea8j1e4U/alCqAvXgPOMh18loN50OFv9bU2dnJuNGn88Ybb/TfICpM+y4NTPAJm6u9S9urp6FzyaIRTguO3Vp8yncWgdOd5z9Vfiw05SuiCmCvTrQKf+2mo6ODEaOOxdq+/ViUFnoAZcPfdsEws9Ch8NfmAnCdDezrOusKf6tGmO6Tlg5/Hxb3Mj7KFaoLf8UFLpdntKuPSCtr3U9+A421BWbV8JdR+Gt9q6++Ont85at9+juNMWWD36AIY7zjvJCgpUTt7Z9EDnGdTLW+pt08SnYMhmt9wpotHIL+QmC4K3R1Z6jib7F4jFzsE47TlK8IoJ1APmaG8TVt8bbS0JX41kknKfzlwBd3352//e0xnn/uuYb9jhgjxpiK9/ttEA0TgmMlVf0y8TcT6YyRgRiWgZba23Wq8VxXof1QNU7yjuEtXPV7P0bOd4E7U6y075ryVdVPpDvdA9jNEwSOSNIv+lhsscU4bexYll5q6QaMSvrD22+9xZjTT2PevHmZH7uaRR4AI4PliBxsv9Xf/mACd5vAH0xkTg9/+N2DZb9gWLeJJ0S+Ywv8vo5FHgDLRjjHOz7VxM+zkgdMYIL1vFNtjouRQ6NjpKp+Ih+jAFg0h8h+rsB/a/iCeKqaPOfSgw88wDVXX5XpMUsftnJvs5UinBUS1lPVry5vEZngPA9WeZ/c9sFwUnAMbbIq0U3Gc0Gdlb8tg2FicAxpsudWrfeAs22Be1KE4CERJnvHZ1o48Io0kj4ZReOdryn8jRx1rMJfTm297bZsuOFG2RysW3uXcm+zPYPhRt+h8Fen35nAfq5QdfgDuN9G9kwK/MZk0MQ7Q3fU2VT8mOC4KCQtG/7uMYF9XGeq8Pfp4s44Cn8ivdOnA7jTBH5Xw2q63ffYg00/85kGjEiaxeFHHcUSSyxR1zFicYVvucvvkAg/KDhOCQm6i7R2c+nqzfhd53m3xrwzps7WKll7rsbnsXiM/NAnHN6iu8S8TeTbtsBprvopXxMjhxVX+S7dooFXpK+05pkhQ68SOdsWUj9uk0035Stf3bMBI5JmMmjQII4eeUxNj42lql+FVb5bRcMMn7C1Po51mUVX1a/ebfg6gRNsgZcq7sDcvD4duyrJrdoy6M5i1e+PKad8f+QT7eohUqW2v+J8zxZSt1NYZdVVOfLoEQ0akTSbdddbj5123iX144wxFWsQ3/GWC33CUqpW1KxA5FLjGeEKvFqmchf5Xygv9V0sVWcX9qGBU22BZpgMXjFlDt03WKb5hOVa8D31GpFjXYEJzjM7xXl5w4CmfEVSautPy1RT4OmUf4EBAwdy3PHfoKOjozGDkqa01z77sOxyy1X8uVKgqHTNXjcabikk7B1Vq6jHi0QOd56rXSD0EhhKgc/QLZQXf9aUCRlPW5hmatsKMktfDNUFoYERzvKOE1t05fhtxrOfK/CXFNPvJkYO95bLQoemfEVSats+gH8zketc+imeo0eMZOlllmnAiKSZ/flPf+K9994r28Jl/nRvmZ8BODRYjm3Ri3Qzuc14flBFQ+Tuga83pb6MC5tmPdsHy/r9OJV6eEy4N3byQpkhDItwXkhasl/kq0TGWs9jKdvcdK3yVdVPpFZt2wZmH1f+hNqTL3zxS3xtr70aMyBpSnM//JCrr76KR//6165/6Gmv3uK/9RYiSlaMMCkkbNCCF+lm8jaRcc7zUIVKUaXXY+GfpZcp+5UizPAdLFLDWLPyKpHTnOeJHp7z8GA5PjgW7Ydx1SPS1Xj/4hp2NdkwwNlBCz1E6tGWFcAZxqcOf2sOG6bw12aeeeZppl1+Oe+8887//rHbhaoUGkrBoVzY+EIwfC84BumCVZf7TWCirW6Fb7Xhb/7PxkjsIQS+YuA8U+CU2H+ny6EYrvIJswg8aCKLAKtg+Ew0LXn/6ItETrcFnrJQXVv0LiZGDg+Oo6NT3U+kTm0XAN8hcmnKVYKLLb44xx3/jQaNSJrRLTNn8Ou77y77M9UEjMERRgfHji289VYzmAtcYAvcXmGasNpdVnpUZtHO7S7yWR/Zpp+rtxtg2aCF52w8cK3xXOkCnSkfOyTCuaGDjVRBF8lE2wXAC6zng5TnjxEjR7J4nb3gpDW8+uqrXHnZZbz00ot1H+sz0TDOO5ZvwQpNM/k7kdNcgVfK/Bmr2WGlWr2FyPG2wAyfsKRez5o8byKn2kJNfQ015SuSvbYKgLNM5JcpbzTeZrvtWG/9TzRoRNJM7r3n19x2660UOtPWJj7um8FxYIs24G0WBSLTTOAa63td4VuSaSwotYZZ6He+Y2CM9VwU2uq0WbfOGLnKBn7sAmk7rpoYOSo6jgia8hXJWludySakbPg8ePBghg/ft0GjkWbx7rvvMu2Ky3n6qafqPtYa0XCmd6ylSkVdXibyfed5xpSZ1O0lqNWrdD9gTx62kZ9Ez9fUvqcqzxAYnQT+VcPOKktFOFtTviIN0zYB8KYaFn4ccNDBDBw0qDEDkqbw2GOPcvW0aXz4wQd1H2t4sJyk9i51+4kJXFBFg/aeFmxkpszvPs8FtihYVlbI71VnjFxqPTfY3vszlrNhgHODpttFGqktAuD7MXJ5km7hxyc+8Uk223zzBo1I+tvcuXO56cYbePCBB+o+1tLABJ+07LZbzWLB9i69N3U2pGvxUqtI1xTkwmGwEzjFFrgmdGhasgezCIxJfPGezXSvkS1O+R6uKV+RhmuLADjdBeak+PlFF12UQ484omHjkf71r+ef57JLL+GtN9+s+1jbBcO4kLB4BuNqZw8SGOvKt3fpHgsbHf4o/q75u4gs9PuetjAteo7WVPB8H9G1u9LNNtQ0La8pX5G+lfsA+CZwY8q2L1/be2+WWmqpxgxI+tUdP/kJd93587qPMyjCd4LjS2rvUpe5wPm2wB3VLM7qqQl3g5W7H7AZdglpFo+awFjr+U8NVT/oWjF/pnea8hXpQ7kPgFdZn6rf1NChQ9lxx50aNh7pH6+//jqXXXIxL77wQt3H+kRxC6qhuljVpdr2LllV/VaJMM47xjhf9nf2NIaeqoDRGE6xBW7wCQPb9L0wh8gPrOenKbsrlNgYGRETDgu2Tf+CIv0n1wHwNSK3pKz+HXDwwQ0ajfSX+3/3O2bOuIl58+bVfayRwXKEFnrUpUDkKhO4ukJ7lyzv8/t6sHw7OBYBJgfDYbaTWOWxTXGbv54qkK8Y+IHx/bpLSH95yAQmWM+bNb5EmvIV6V+5Pmtdan2qn99ww41Yd931GjQa6Wvvv/8+V115BU88/njdx1opwlkhYT1drOpSVXuXoizC35LFqt/W3ZYUrB8NhwXH1a76L4flpoJvd5EdfWCrNrkd4D3gPFtI3VO1O035ivS/3AbAfxO5K+UJavh++zVoNNLXHp81i6uvmsb7s2fXfaw9g+HbIWFABuNqZz8xgR9Yz9wK1/ysKn9bRcP4XkLGUdHyxxB4Ok1mKzOmsdYzw5vcB5oHTGB8lXsx90RTviLNI7cB8EcuXfVvp112Ybnll2/QaKSvdHZ2csvMmfz2vt/UfawhEcYGx7ZtUtlplAXbu1RWb/hbNEZOCI69yqzQTTBMDgn72kLqPWl7mgrO+y4h7xA5y3ruq6Pqt1SEc33CBmrwItIUcnm2eo3I71J0nh84cCB7fOWrDRyR9IUXXniByy+9hNf/+9+6j7VVcR/fpVSnqEvV7V0yWuG7bjSc6RNWreJ1WxnDt73lnBRTwUCv48zrLiG/MIEL6qj6gaZ8RZpRLgPgDJOu+velL3+ZQdrxo6XddefPueMnP8nkWN/xlr1zdhHva3OBC2yB26uoGHV1DqkvGJgYOSQ6RgRLkiJk7BUdvwuRh9NWtnoJrHnaJeQNIhOsT/+36cbGyMjgODS6HPxFRPIllwGwmotOyYBFB7D9Zz/bwNFII735xhtMu/xynn3u2bqPtW6xSlFN9Uh6V017F2LsqvxlUPVbLsLk0MEGNS7QmRAce5tOZmcwlrzsEnKHCVzofKoG+gtbJsLZmvIVaVq5C4B3msCcFOfxHXfZmYEDBjZuQNIwDz34IDdefx1z586t+1iHBsuxau9SFw9MM55rbMBX8RnMIvztFgzfC47BdYT2JTGMDQknp7lv2Bh6W8f8tIUrY4ERLdga5jUio63nsTqqftA15XuWT1gio3GJSPZa7wxVwU0p+/7tssvnGzQSaZQPPviA6ddczaN//Wvdx1oxwqSQ1Fw9ki4vF6t+T5a71680bZrBKt/BEUYHx44ZLdDZPlp2D5E7U5w/SlvF9fRMrrKBHUJsmV1CInCLDfzQVF6lXY6LcEywHKwpX5Gml6sA+ASh2F+sOp/93I4strh2cW0lzzzzNFdcdhnvvftu3cf6YjB8NzgG6VJVl9uLiwSqCQ5Z3O+3QYAzQ8LyGb9u3wmWP5vAaykO21sIbKVdQl4mMsZ5Hk9x7uxJ15Sv05SvSIvIVQC8NWX1b7cvfKFBI5FGuHnmDO65++66j7MYcLrPrnrUrt4hMraa9i4xEo2pu+qXACO95aDoGhIxBmI4wzuOdoWqdwmB3ttZv2LgAuM5tYmngm8xnnPTroLuwdbRMEFTviItpXnPTCm9HyN3prhvZdNNP8Myyy7bwBFJVl599VUuv/QSXnn55bqP1ajqUbt5kMA453mnmn18jan7r71K7HrdGr0TywZYDomO6SZlKOplVfAdLrK9D2zfhF827jAhk/B3nO/6m4lIa8lNAEy768dOu+zSoJFIlu6959fcduutFDpTt+v9mOOD5WAt9KhLte1dGrWPb18YESwPUcMuIb2EwPG2wC2+o6l64D1vImembJa/sOUiTNaUr0jLyk0AnJli398Vhw5lnXXXbeBopF7vvvsu0664nKefeqruY60S4RyfsFYTXYBbUVXtXSCz9i497ePbFxIME0PCgSl3CSlNGy/8zGcb03S7hFybslfqwrYMhonBMUSfKZGW1TxnpDr8nciLKc5Du+2me/+a2SN//SvTr7maDz/4oO5j7R0sJ/Rh9SiPPHC19VxlKrd36Yt9fPvC6hi+5W2qKVID/7vfcaH/P9AffgAAIABJREFU9rCN3BY9X2+SqdJ/1Ljgo7TKV1O+Iq0vFwHwpykWfwwcNIhtttuugaORWs2dO5cbrr2Whx9+qO5j9Vf1KG+qae/SXb3hb0CEbwfHnk1wz9ze0fH7tLuEGNPrtnbnu8CWTbJLSJi/frl6SwNnh4QNW6S1jYiU1/9n2Qzcm+KG7c0227yBI5FaPfvsPxk/dkwm4W+raJjhE4W/Ot1uAgdU6u0HXfe+ZWDdaLjBJ00R/komBMeSaXeJo9jzcCGlXUIKKYNXI6wW0o1hy2CYUehQ+BPJkZavAD5C4L0U56Sttt66cYORmtx26y386he/qPs4zVQ9amVvExlXTXsXsunrZ2Pk0OA4Kqbbx7cvLInh9OBS7RJSqoL21B/waQvTomdkP7eG2QXHb6j8nDTlK5JfLR8A700x/bvUkkux9jrrNHA0ksZ/X3uNSy7+USbtXdaNhrO8a4rptVb2IIGxzvNuH+3ju2KEyb6DTzbx67Z9tHw1BO6oc3u0kqtt4LP9vEvIztGySQw8UibkLw2co11yRHIrBwGw+pPyVttu08CRSBr33Xsvt95yM50ZtHc53BuOaeJmu62g2vYuJVmEv92D5eRgW2Inlm8Hx59M5RXQ3TX7LiHnecdE67mvh9f8S8Hw7aDGziJ51tJXzScIvJXi57fdbvuGjUWqk2V7l67qUdLU1aNWUE17l9Lq3ixW+S5G1wKdZmyO3JuBGCaHhCNsoeJK6AX0siDkFQPn28Bp/diXcjCGs0LCCyFyr41EIkOjYeNoGKrPlEjutXQA/F2K6t/Kq6zCcsst18DRSCWPFtu7fJBBe5cvB8uJwTJYF6qaeWCa8VxjK7d3KYW+esPfZgEmhA6Wqeso/WP9aDgyWi5Pseis3N/rpzawQzT9HoRXw3B40OdIpN20dAB8mOpPxBtttFEDRyLlzJ07l5tuuIEH//hA3ccaTNc+vju1UPWoGc0hclw17V166WuXVgfwDW/Zt8UXExweHH80kcdr7KO3sGbcJURE2kPLXkXfj5GnUox+4002bdxgpFel9i5ZhL+No+HmQofCX50eIbBvpfBXamOSQfgbFuFan7R8+IOuE+YE7xhQS/7roTXMbGMYV+eWbCIitWjZCuAfU6z+HTx4MKuvsUYDRyM9uf222/jFXXdmcqwTvOWAHASI/naRKXC9q2If3yx+WYwcGCyjgqMjo32Bm8HKGE4OlkkpdgmB/7VdXvgv8aCJ3IpnL/T+FpG+07IB8KEU15NNP7NZ4wYiH/Pf117j8ssu5cUXXqj7WGtEw1nBsaZaUdTleRM51RZ4ro/28V0uwkSfsAn244knB/aIjt+GyB9S3IdcWkTT06KQC5LAVk2yS4iItIeWDYAPpLgRe+NNNmngSKS73973G26ZOTOT9i77BsuJ/bhKMi9uMp4fukC5V6S0o0cW4e9z0TLG53+BztiQsJ/p5M2UT7OnldSlXUKuCknTNcMWkXxqyQD4EpF3Upwj11t//cYNRgCY/d57XHH5ZZm0d1kamOATNlfVry5vAqe6Ao9WWrBQmvKtM/wNBr4XHLuF9rhHcwlgTHCcUMMuIT21h2mWXUJEpD205JlmVooVeGusuSYdHR0NHI08PmsW0664PJP2Lp+LltO9Y/EMxtXOfmMCk5xnTpmfiYDpZUoyrQ0CnBkSlm+z6tVW0bKPD9xc4b7KhfW2sroZdgkRkfbQkgHwiRTtX9ZdZ90GjkR+9YtfcNutt9R9nIERTg6WL2uhR10+IHKu9dxV6d600jRkneGvAxgZLAcG17otBer0zZjwcOzkhRztEiIi+deS5+zHU9x4vfZ6CoCNcsnFP8ok/H0iwo0+Ufir0ywT2d8VKoa/3hYipLVKhOmFhIPbOPwBLAKc5RPSzjP09gqUdgkREWmkljtvz4PKzWu7WXvtdRo2lnY1d+5cJp8xiUf/+te6j3VMcFzjO7T1VJ2mGs9RrsB/ym3nRnarfPfxhht9B2vpdQNgLQwjM7z38ac2cH+KhW4iImm1XAB8KsX9fyutvDKDBw9u4Gjaz9y5c7ngvCn86/nn6zrOShGuLiQc3iYLBhrlRSL7u06uK9OTbn7wo/6OLEtG+KFPODkmLFLnsfLmoODYpIZ793o7o423Bd7p9b+KiNSn5a6+T6cIgMOGDWvgSNrPvHnzMgl/ewTLjb6DT6p6VJebbeAA11mxt5/JqLHzdsEwQ6uze2WA8d4xOGVm6+2vOdsYxljtEiIijdFyAfCfKRaArLba6g0cSfuZetGFdYW/JSL8f3t3Hh9Vdf9//HXunckCCVkg7BC2sLrgVkBFxaqt4ooVRHChBQRccalWUQGX9tdvrX5trUtd2rpUodZaRb9u1bohLqgEEVRAICBLICEQEjJz7/n9MQmGMDOZO/dOkpn5PB8PHg8eZO6Zk0m4856zfM5vLZM5tkmWh/1KNxVorjKD/M6wqGtmOteL9X7ZGm62Te62fXJmbTO6oLghjrWsmvqfVRNLjNApIUII4bWkC4CrHbz/9O4jAdAr//rnP/naRY2/I21YYPk4Xs7xdeVdFTrH98NoI+Fa7wsTbtf7DdHwlOXjTJmqj9lPbIOTHb5e0eow3uOz2ShTwUIIjyXdXf1rByOAffvKFLAXvlqxIu4zff3AdbbJ/bafAhk9itseNLcbFteZFjtjeBndBj9TwzTb4FHLL8eTxeFXtkGXOKaCw40CNpwSIoQQXkqqALhJafbG+MbWrXv3BPcmPeyo2MGDf7o/rmv7aXjC8nGejB65UorN+WaQl2ItDeIy/HXX8IjlY6ptIoV54tMexVzLDJ344YFVBjykJAQKIbyTVO/Mqx1MgxQXy/SvF/7x7LPU1tY6vu5UW/G45aevbBhw5UFlMdVnsaWZlzHcyFE8zrSVbNDxyOEYTHY6FaxUxND4uGFT6mAGRAghokmqAOhkHUyXrl0T2JP0sGrlSj795BPH182yDObaPtno4cJGNFPMII9HKe+yH5ejfnkafmeZ3Cw/N09dapv0c5rNlQp7p9NKcbNpUSPrAYUQHkiqALjJwXtc56LOietImnjqySccX/Mz2+BiOdHDleeVzUQzwAoHJY/cTDUeacOzlo/RskHHcxlKxXdKiNZhf6ZbFNwtpWGEEB5Iqjv+ZgeffDsVFSWwJ6lv8QcfsGXzZkfXHG8rrrcl/MWrAs1sI8hvTCvmta77xDECmKG1bNBpAcUorrQc/r+Ick7zi4aWU0KEEK4lVQD83sF7VFFnGQF0443XX3P0+B4a5tu+BPUm9S0mVN7lAwfnXLv1gGzQaTHjtcEIO45TQiKM7MopIUIIt5Lq7h/rCGBWdrYcAefC6m+/pWzDhpgfn6E1d8vasbjUAr8xLK72xVbexUuPx7qrWHjiVtsk1+FUvZwSIoRIlKQJgNVoqmJ8g+ws07+uvPnG644eP0P7ZLdvHL5SmklmgOc9CGJnnHEmvR3ufH/P0CySqcQW0wnFbU5HySNsCIHQKSH/kFNChBBxSpoAWOngsR3y8hLWj3TgZOdvPw2TZBrRsccMi0vMIGUuc3OnTp341c1zOOOss5g+YyY+v7PtBr81LLbIVGKLGa0NxsZxSkikn9C9ckqIECJOSfPOvdPBY3NzOySsH6lueekyR4+/TDZ9OLIRzSVmgIc8GPU7dvRobpt/O3369gWgqKiI8eMnOGqjVsFNpiXV5VrQ9bZB93hOCQnz7w2nhAQlBAohHEqiABj7DS4nR9b/xat0WWnMjy3QcKyUDonZvw2bSWaQr1yO+rVv355ZV1zBhRdfQkZGxn5fO37MGIYMHeqoveVK81dZD9hislHMt8xQqRcHIv3arDLgEfn5CSEcSpp37yoHPZUp4PiVLot9BHCC1PuLSSWaa4wgdxoWNS7D35ChQ5k7/3YOPXR4xMdMnTad7OxsR+3+WVmsdFJ3ULhyMAaXxDN6HiE0/kVZckqIEMKR5AmADh6b0z4nYf1IZXv27GH79vKYH39qHGUt0s3HSjPBDPK+y/Iufr+f8ydN4uprrm32A05Obi5Tpk511L6lQlOJdW46KRyZqg0GOc1sUU4Juc2UDSFCiNglTQB0MgXcPkcCYDw2rF8f82NLtKKrFA+OqA74nQpyuRmk0uXL1LNXL+bcdhtjxpwY8zWHHjqcY4491tHzbFJwtxF02j0RJx+KX9s+spyuB9Q67N1wo4InpDSMECJGSRMAax08tum6KBEbJ7X/RknZl4hW1pd3WWi6n1I99bSx3HLbXLp27eb42gkTL6BTp06OrvmXoflQSsO0mB4oZjudClYq4vrBpw1bJoKFEDFJmgDoZFzCNGVtWjzKNpbF/NhBEgDD+ouyuNgMst7ly1NQWMj1N9zI2ePGxd1GZmYm02fOcnzdbYYlp0y0oLO1wbFOl1MoFfaUkB3AxxLghRAxSKIAGPsbkgTA+Oyu2hXzYwdIPtjP92imGgEeMN2/+Y4YMZK58+YzoKTEdVvFxcWMPeMMR9dUKuSUiRZ2i22SH09pmDAh8DMJ70KIGCRNALQcrDczzKT5ttqUvXv3xvzYLrL+b59FKlTepdTlr11WVhYzZl3Gz6dNI8vhLt5ozjjzLHr37u3omiWG5jklIbCl/FdpapwGN6VQ6sD/h2Wym1sIEYOkSUpORgANQ0YA41FTWxPzY7MlALILuNEIMt+0qHb5cgwaNJi5t9/BYYcf7knfGlNKMX3mLMdrY+8x5ZSJRKtEc60R5C7TYm+YMNesMCOAdfJfUwgRg6QJgE5GAE0jab6tNiVYF2jtLiSNT5TmfDPAWy7LuwCce954rrn+egoKCjzoWXhFRUWMP3+io2vklInEWozNBDPIey5+h3SY0NhFlgAKIWLg8GTy1uNk7CIQlCATj4yszNbuQlK427BY4MHJC127dWP6pTPo0bOnB71q3ujjjmPZ55+zbNkXMV+zyoCHsZklR/55Zi/wv4bFc25/h7QOOwXcK3k+1wshWlHS3CmcRJO6vVLONh5O6ifuSMNRodWEijp7Ef5OPOkk5t1+R4uFvwZTpk4lx2GdzL/JKROeWaU0F5gB1+Ev3OaPBsfIDn0hRAxSMgAGAhIA45HTPvYzlN0WN042Txo2F/iCfOdygX2HvDxmX3sdExxOx3qlXbt2/GLadEfXaKW42bSoTsPQ7xWbUImgKUaQMpf/dzT15wKHGf0baodqCwohRHOSJgA62XQQCMhpBvHIyc2N+bFb0yQMbEUz0wzyBw/Kohx2+OHMu/0OBg8Z4kHP4jd02DCOO+EER9dsUfA/UhomLt+jmV5fIsjyIJtFCn8Al8j53EKIGCVNAMyMMuXR1N662MuZiB/k5MQeAJenQamJ15XN+b4gS11+r1mZWUz5xVRmzLqMdu3aedQ7d8ZPON/xppNXDM2bUmTYkUXKZqIHJYIapnyj/SaeaRscr5Pmli6EaGVJc7dwMgUclBHAuPTo2SPmxy5L4RHAajQ3mBZzTItql20V9+nDrfPmMXLUKE/65hW/38/0GTMdX3enYVGewj97r+wCbjAt5psWNV5M+daP+EVq6mCtuFY26gghHEiaAJjlZAq4TtYAxqN/v/4xP7Y0RUcAP8PmfDPI2x6MdJ11zjhumnMLHR2ex9tS+vXvzyk//amja6oVzDEtiYBRfKw0430BT36HwtX5a2qYVtxnmWS5fzYhRBpJmgDopAxMnQTAuOTk5tIpxrCyR8E7KTYdeK9hMcNnsdXliE3HTp24ac4tnDZ2rDcdS6CzzxlHt+7dHV3zmdI87cFO6FQT0JrfGxaXm0F2uGxrX+xTKupH3+O14g+WSTvZ+CGEcChpAqCTKeDdu3cnrB+prk+/fjE/1nUdszZirdJMNAP83YPvZ/RxxzN3/u0U9+njQc8SzzRNZsyahc/vd3TdA4bFahkH3Gc1msk+i2c9+B3at8s3inYabrEMfmv5aC/hTwgRh6QJgPkObnIVlRUJ7Elq698/9mngD5Vmc5KHgGeUxflmkDUu30Pbt2/PFVddzeSLLnJ85Fpr69q1Gz8bP97RNQHgRjNInYPNWalIEyoRdJEHJYIa2mvuV3GIhqctH6fLjl8hhAtJEwA7O7i3Vu6QABiv4cMPc/T4h5N0FHA7cKkZ5B7Tff+HHXQQ826/g4MOPth9x1rJmDEnMmToUEfXrFfwBw9ev2S1Fc2M+hJBXmw7ay78+YAZtsmjlp9uMuonhHApaQJgVycjgBVuV+Ckr8KOHTnooNiDzCLDZnmSnRLxlrIZ7wvwucsRG7/fz6TJF3Ll1bPJ7dDBo961nqnTppOdne3omgWGzdIk+/l74S0V2izk9ndIa73vT7Q7XE8Nj1k+ptgGMu4nhPBC0gRAgKIY77Xl5eWJ7UiKO26MsyLBv0mSUaA9aOYaQW40LdyuEu3Vuze3zp3nuKByW5aTm8uUqVMdXzfHtKhKQH/aot1ac2v971C1R+VdGv5EMs42+LvlZ5Ac8SaE8FBSBcAuDkYBd+3alcCepLZDDx1Ofn5+zI//RmmeauNTwV8ozflmkFcM9+u0Ths7ljm33kbnLl086Fnbcuihwxl93HGOrtmuYJ6R+rU3PyNUGPxVD36HaGbEDyBfw71Bkxts01EVBCGEiEVSBcBYRwABKmUjiCvHnzDG0ePvMyyWtNGyMPcbFtPNIFvclnfp2IkbfnUTZ50zzpuOtVETJl4QczmgBu8ZmpdUah4VV6c1f1BBZphBtrkdhNM69CfKiB/AsbbiWcvHqOS6RQshkkhS3V06OxgB3LFD1gG6cdIpp9AhL8/RNb8yLNa0oQLRG9BcZAT4mwejk0cfeyy3zptHPwe7pJOV3+9n+sxZGIaz28P/GDZbknxXeFNrleZiX5AnzeZDW3MajnOL1k6Whpssk7ttn6PKB0II4VRSBcBuDt5bKiQAupKRkcG4c3/m6JpqBTOMIN+0gU0BCw2bn/mCrHL5G56Vnc2lM2dx8SVTyMpKn7MWiouLOePMsxxdU6vgJtNqAz999zSwQNlc6EGJoIbTPJRSUcNfQ3mXs+Q8XyFEC0iqO42TEcCyDWUJ7El6GHX00fQuLnZ0zU4FM3wWy1ppJLACzZVGkN8Z7qcjBw8Zwvw77uTwI47woGfJ59SxY+nroDA4wHKledyD1741bQcuNwLcbVoE3DamNbqZkUNTwzTb4FHLTw8Z9RNCtJCkCoDFDnbBbdiwPoE9SR8XXXyJ42t2A9PMIM+08Jqwd5XNBDPIEg8W6Z83fgKzr72OPIfT4KlEKcWlM2Y6Lmz9Z2Wxsg0tBXDi3foSQZ94cWesX+sX7a7VXcMjlo+ptinlXYQQLSqpAuAAJyOAZTIC6IVevXs73hDS4B7T5jojSHmC14VVopljWFxnWux0OYDSo2dPbps/n5NOOcWbziW5gsJCLpg82dE1Wil+ZQSpSaL1gNVo5tf/Drk+SFLr0HfezMjfWbbi75afoTLqJ4RoBUkVAAFKYhwFDAYCbNq0KcG9SQ8XTJ4c9+aHdw3NeWaQZxM0Gvhvw+ZcX5DXPdjocdIpp3Dr3Hl0797Dg56ljlFHH8Mhhxzq6JpNCu5JkqngUqW5wAyyyItzfBvW+0V5TF59eZebbB/ps6pUCNHWJF0AHOhgGrhsw4YE9iS9XHb5FRTkF8R17R4FvzdtTjQD/NoIssLlyNAmpXlYWZxtBrnTcD9ik5+fzzXXXcd54ye4bCl1TZk6lQ4OTzt5wdC820ZLAwEE0TyogkwzAmx2W9S5ftSvuY0eI7WUdxFCtA3mLzsUzm3tTjixBVgc4xqvok6dGDpsWGI7lCYyMjMZNGQwHy5ejGXFN7ITULBSwQuGzUJl863S7EATVIp8FL4I11Wg+UhpXjJsHjZs7jNsPjM0uz2YOTv8iCO4cvY1dOvW3X1jKczv99OnT18Wf/C+o+sWK5sztUFWG5vm3IDmStPiTcOb8i6qmbV+mVpznW1yje0ju429FkKI9KTKewxInoU6wFJsZvpiCyCDhwxh9rXXJbhH6eXbb77h3t/fTSDgen/kAXKAQh06AWG3gipCu4q9f6ZQmZtJF17EyFGjEtB66lr47LO88fprjq4ZYSvusyPF+5b3nLK4x7Rd/17tq+sHUY9yG6gVd1kmvST4CSHakKSbhyhx0OUN62UnsNcGlJRw9TXXOt4ZGovdwHoFywxYo6A8QeGvX//+zLv9Dgl/cTjn3HPp1t3ZaOkSQ7OwDRwVWIHmKjPIbz0IfzSM+kU5x9fQmimW4nEJf0KINijpAmAu0CXGMcvq6mo2bdqY0P6kowElJVw1+5qkLIx89rhx3PCrmyjs2LG1u5KUfD4fM2bNwjSdFS35X8NiXSvuCl5MqETQhx6Up4mlha4aHrX8zNA+fBL+hBBtUNKtAQT4VGnWx3hP7dKlC/36pf7xXS2tsGNHjvrRCFZ+9RW7du1q7e40q6hzZ2Zfex1HHnlUa3cl6eXk5JKVlcWXXy6P+Rob+FTZnK0NjBYMRDVofmdY3Gva7PXoaRVEXTc41jb4vW3SXYKfEKINS8oAWKY0n8b4Sd4wDH40YmSCe5Se2rVrxwljxrCzcifr161r7e5EdMKYMcy6/AoKCwtbuyspo1///qxauZId27fHfE1F/ZT+j1roqLMVaC4zg3zsUVFn3cxGjzwNd9omF2kTv4Q/IUQbl3RTwABH2bHfXL9etSqBPREAky+6iJmzLqOgjQWsHj17cuNNNzNx0mT8fn9rdyflTLt0BtnZ2Y6ueUJZlCb4tGALeNSw+IUZYJNXOayZ8HekDc9aPkbLOb5CiCSRlCOAXVA8qWyCMdzcLctiyJChsuYrwbp268ZJJ59Chj+DtWvXEAwGW60vOTk5TJh4ARdefDEFBfHVLhTNy8rKoluP7nz80UexX6QUS5TmTG2QkYBRso31Gz1eNZo/g7c5DeVdosnQmqu1j19KeRchRJJJygAI8JXSrIvxfltQUMCgwYMT2yEBhDaIjB59HABlZRvirhkYj+zsbE486SSmz5hJ/wEDWux501nXrl3Zvn27o6Lr1Qq+B070eLTsRWVxjRlks8vg16C58NdPw4OWn6Nl1E8IkYSSNgBWKvggxnWAdtDimNGjE9wj0SAjM5Ohw4ZxwpgxZGZls7FsA3V1dQl7vv79+nP2uHOZOv1Shg4dJtO9LWzI0KF8/NES9uzZE/M1q5Wmn1b082DUrBLNzYbFk6bG8ij8RaO05iJtcodlUtACzyeEEImQdIWgG6xDM94X+zTjvX/8I9lZztYrCe+ULlvGZ0uXsvTTT6ipqXHVVlZ2NsW9i+nTry8jRoykR8+eHvVSxGvdunXcdft8R9e017DA8tHJRQj8WGnmGEEqvchhMWz06KrhDtvHwQ6OpBRCiLYoaQMgwJlmgC0x3oenTpvOUSNGJLZDIibffvMNW7dsoby8nPLybVRWVLK7ejc1NTXs2bOH2poacnJzyc/LJz8/nw75eeTn5dOrd2969upF586dW/tbEGH8+1//YtFLLzq65jCteMByXilvL/AHFWSh6cHtK4bgB3CqrfilbdJO1voJIVJA2zmfKQ5HaYOXYjxs/sMPF0sAbCMGlJQwoKSktbshPHbGWWdRuuwL1js4geczpXnSsLjQjr2w9CqluckIUuZRDmsu/OUAcyyTMbLWTwiRQpL6jjbCwYf/5aWljtYoCSGcUUoxfeYsx8cEPqBsVsdwvoYN/FVZTPEg/GmtQ38gavgbrhULgn4Jf0KIlJPUd7URDm/KS5Z8mKCeCCEAioqKmDDxAkfXWApuNINE2yb0PZrpRoA/mTaW2/AHP5zjG+ExfmC2ZfCg5UMKSAkhUlFSB8A8FMc4KAr98WIJgEIk2rGjR3PIIYc6uma9gvtU+E1dLyubiWaQUg/uVrFMGvTT8ITl43xtymo/IUTKSuoACHCqg1HA1WtWU7FjRwJ7I4QAmDJ1Kjk5OY6uWWhqPmy0pncXcINpMc+0qPFg1K9hujdSU0prJlmKvwV99JVdvkKIFJf0AfA4bZChY18MuHjx4gT2RggBoXOifzFtuuPrbjMsqoDPsBnvC/B2jJu8otFaRw1+AEUaHrB8XKl9+KW2nxAiDSR9AMwETnIwCvjBe+8mrjNCiH2GDhvGmBNPdHRNpYKTfQFmmEE8GauP4Ti3k22DZy0fhyX/7VAIIWKWEne8nzgIgNu2bWP1t98msDdCiAbnnjeeLl26Or/Qg3N8dTPttNfwG8vkDtukvaz2E0KkmZQIgCO1QYGDkjBvvPZa4jojhNjH7/dz6cyZmGbsdf7c0I2WgzRX3uUZyyflXYQQaStl7n6nOLiRL136KTsqZDOIEC2hR8+enD1uXMKfp3FNv0jTvn7gCtvkQctHZxn1E0KksZQJgKc5/CT/n9dfT1BPhBBNnXzKTygZODBh7e8Lf1GmfPtoxV+DPibbhkQ/IUTaS5kAOFgrShyUbnj3v+9QVxet9KwQwitKKaZdOoOsrCzP227uNA+0ZoJt8ETQpL9EPyGEAFIoAAJcYMf+7dTureX9999LYG+EEI3l5eVx0SVTvGtQ69Au3ygPKQQetHxcY5tkSHkXIYTYJ6UC4GlON4O8+mriOiOEOMARRx7JiBEjXbejtQ5N90YJdSdogwVBv5R3EUKIMFLuzjhBx77bsLy8nNJlyxLYGyFEUxdMnkxBQUFc1zaUd4lW26+9htssk/9nmeTG2UchhEh1KRcAxzk4Gxjg3y/8K0E9EUKEk5WdzfQZMx1f1xD8ov0PP9iGpyyf401hQgiRblLuLpmH4kwHIXD9unV8vnRpAnskhGiqX//+/PTU02J7sNb7jnOLxAfMsgwetv10k40eQgjRrJQLgAAXOJgGBvjnc88lqCdCiHB2VVWxfv260EaOGESb8u2p4W9BHxdrMzVvaEIIkQApeb/sqxU/cjAKuGXLZt57V84IFqIlfPHF59x2yxxWfPlMQJ7oAAAXxUlEQVQlOkKw2y8WRgp/WnOepfi75ZfyLkII4ZCvtTuQKBfYBh8ZVsyPf+H5fzJi5Ej8fn8CeyVE+qqrq+OZp5/m/fd++LDVENv2HeFWv8avuThXCMy3/RzloPanEEKIH6TkCCDAKAwG27E/vqqqiv+8+UbiOiREGvtu7Vrm3XrLfuGvMaVUsxs8GhxrKxYEJfwJIYQbKRsAAa7RzgY4X160iJo9exLUGyHSj2VZvPD8P/nNXXdSXl7uqq12Gm6xDO62fVLeRQghXErpAHioVhztYC1gbU0NL7/0UgJ7JET62LplC7++8w5eXrTohyneOA3R8LTl43SHG7yEEEKEl9IBEOBy29kbxmuvvcqmTRsT1Bsh0sN/33qL+XNvY8P69a7aMTXMsE0etaS8ixBCeCnlA2B/FKc5LA792COPJKg3QqS2XVVV3HfvPTz91JMEAgFXbfXU8LjtY4ptION+QgjhrZQPgBAaQXBiw/r1vPp/rySoN0KkpobyLl8uX+66rXG2wd8tP4Nko4cQQiREypaBaawLivNtg2eM2LcF//Mf/+Cwww6nc5cuCeyZEMkvXHmXeOVrmGuZjEqPz6ZCCNFq0uYu+3PbIMvhOvRHH/lzYjojRIporryLEyO14lnLJ+FPCCFagPnLDoVzW7sTLSELhV8pPlKxp8DKykpycnPp27dvAnsmRPKxLIsXX3iBvzz2KHtclk7K0nC9bTLbNsmSjR5CCNEiVHmPAe7qMySZC80gXzsIgX6/n9vv+jUFBQUJ7JUQyWPrli08/NCDrnf4Qqi8y52Wjx4S/IQQokWl3VzLXMvZhpBAIMCjf344Qb0RIrm88/bbnpV3+YVl8Kjll/AnhBCtIG2mgBsUorC05nMH0XfH9u2YhknJwIGJ65gQbdiuqioeeuBPvPnGG9i2gzMWw+iu4X8tHz/FSL9PoEII0Uak3RRwg3PNAGUOBx6uv+FGBpSUJKZDQrRRX3zxOX997DGqq6tdt3WWrbjG9pHlQb+EEELEL20D4HJsfuGzHF3TIS+PebffQbt27RLUKyHajlB5l6d4/733XLeVp2GelHcRQog2I23vxgdhcJ7DE0Kqdu7kEVkPKNLAD+Vd3Ic/Ke8ihBBtT9qOAALsJTQVvM3hVPCEiRM58ccnJaRPQrQmy7J46d//5pWXF6G1u1tDptZcZZucq+UgNyGEaGvSOgACfKI0l5lBx9ddc931DBo8OAE9EqJ1bNu2jYce+JMn5V0GasVdlkkv2eErhBBtUtoHQID7DYu/OTgmDiArK4ubb7lVjooTKeGdt99mwbPPEAgEXLVjaM3FtsFUbeKT8CeEEG2WBMB6U8wgKxwUiAbo2LETv5ozh9zc3AT1SojE2lVVxeOPPcqXy5e7bqurhl9bPoZK8BNCiDZPAmC9zWgm+YLsdnhd7+Jirr/hRjIyMhLSLyESxcvyLmNtg+tsg3YS/oQQIilIAGzkA6WZHcd6wIMPOYTLr7wqAT0SIjHeeO01Fi541nU7HTTMsU2O17LDVwghkknanQQSTS8Uu4AvHU4Fb92yhaqqKg455NDEdEwIj+zcuZMH7v8j7/z3bddtHWnD/bafITLqJ4QQScfX2h1oa66xTT7HZpXDAY133n6brMwszj3vvMR0TAiXPl+6lL88/hg1NTWu2snQmiu0j/G2jPoJIUSykingMLYDl5gBtsYxsHHm2Wcz9vQzPO+TEPGqra3lmaefZvEH77tuq5+G31o+Ke8ihBBJTgJgBGuV5hIjSG0c73PnXzCJMSee6H2nhHDou7VreejBB9ixfburdpTWXKhNplsGfiXhTwghkp0EwCiWKJsrTWfnBTeYfNHFjD7uOI97JETsXnj+eV5e9JLrdrpquMP2cbCW4CeEEKlCAmAzXlQWd5jOikQ3OH/SJMaMkZFA0bK2bdvGIw89xHffrXXd1qm24pe2KeVdhBAixUgAjEE8J4U0+Ompp3HOued63CMhwnvv3Xd59u9PU1dX56qdHGCOZTJGyrsIIURKkgAYo5uNIG8Y8b1UI0aM5OfTpnncIyF+sHv3bv72l8f54vPPXbc1XCvusnx09KBfQggh2iYJgA5cbQZZ7LBGYIPBQ4Zw2RVXyokhwnMrv/qKPz/8ELt37XLVjh+43DKYoE2Z8BVCiBQnAdChK4wgH8U5EtizVy+uuno2HfLyPO6VSEeBQIDnFi7grf/8x3Vb/TTcZfvoKxs9hBAiLUgAdKgWuMwMsjzOkcAOHTpwxVVX07u42NuOibSysayMB/50P9u2bnXXkNZMsg1m2qaUdxFCiDQiATAO1WhmGkHHp4U0dvElUzj62GO965RIG6+9+n88t3Ch63aKNNxumRyGbPQQQoh0IwEwTru15hc+i+/iHAkEOGHMGCZOmuxhr0Qqq6io4NGHH+abb7523dYQDfdbPtrLaj8hhEhLEgBdqEQz27RY4SIEDigpYeZll5OTk+Nhz0Sq+WzpUv7y2KPU1ta6bmuabTDVNj3olRBCiGQlAdClvcD1RpAlcW4MgdC6wEtnzmJASYl3HRMpobamhqeffJIlSz503VZ3Db+xfQySjR5CCJH2JAB6xE2dwAanjT2ds845x6MeiWS3evW3PPzAA1RWVrpu6xzb4GrbJMuDfgkhhEh+EgA99AcV5EnT3cvZr39/pl86g4LCQo96JZLR8889x/+98rLrdgo0zLVNRsqJHkIIIRqRAOixBYbN3Yblqo2s7Gym/PznDD/scI96JZLFmtWreezRR9yXdwGOtRW32Cb5stFDCCFEExIAE+C/yuYWI8hel3XVjjzqKMafP5E8KRyd8mpqa3huwULefee/rtvK1nCtbXCGlo0eQgghwpMAmCCr0cw2g2xxOfiSlZXF2eeMY8yPf+xNx0Sbs/TTT/n7U09SVVXluq0hGn5t+egmo35CCCGikACYQJVorjOClHqw/KpHz55cPOXnFMsJIilj586d/O0vj7O8tNST9mbYJlNsWesnhBCieRIAW8DthsVLhu1JW8efMIYzzz5b6gYmuTffeJ0Xnn+evXv3um6rp4Y7bR+DpbyLECJJ1AC7FQQAGzCBTCBXg79Ve5Y4QaBSQR2ggWwgX9NqZzFJAGwhXmwOaZCVnc3Y08/glJ/8xJP2RMv5bOlSnlu4gG3btnnS3nmW4krtI8OT1oQQye5bA8qVwsmQgwkMszSJHlYIAJsN2KwUgSiP66g1fexQIEwllcAKc/8P6rnAwVbrxDAJgC1oldLcZAQp82igprBjR84Zdy4/GjHCmwZFwqxds4ann3qS9evWedJeITDf8nGUjPoJIepVAcvN+O4JiQ4iFcA3piIY4+MzgeGWJpW2soULgABHWbpVRj0lALawOuBew+I5j6aEAXr37s348ydSMnCgZ20Kb2zbupWFCxfwxWefedbm8Vpxs2WSJxs9hBCN7FCw0oj/vjDS0gmZjtym4Js4+jXQ1nRKoYQSKQAebulWKdIvAbCVvK9s5hsWlR6+hw8aPJgzzjxLgmAbsHPnTl5Z9BJv/ec/nrWZA1xtSXkXIUR4NcBncY4AKmBk0EbVly+rVFBNaHq4UBNxmUmg/rF7CY3aFWjwNfr6bqDUVMQTNIZYmoIIX9tLaA1hHaE1hD5C6+kaTxtXAzvrX448De0jtGXXfw81hNbjFerI08+W1lQrRY0KrenT9c+draE9Gl+UD+ZeBcAAsKv+Nbfr+5yloQM4GjGVANiKKtDMNS0+VN7+CAYOGsQZZ57FwEGDPG1XNG9jWRmvvfp/fLh4saftnmgrfmmbFMionxAiig0GEadZNaH1d+F01JpBdihQlJqK6kZfM4FDLE12k2ts4CNz//WG2YSmbhuepdRQ7ArzlAbQzdZ01JBFKIDWAjvq1wjmaBhi7//eGAQ2K9hmKGoifI8DbE1nDWsMxeYmz1tia4rCvN1+aSp2NvP97gbKDKhsZn1lvtZ0tyE/zNciBcCmumlN3zBPslPBRqUiDhwpoJPW9LQ54GcV9vESAFvfImVzjxFkl8vC0U0NKCnhtLGnM+yggzxtVxxo2Rdf8MZrr7Fq1UpP2+2k4Sbb5Bg5yk0I4dLX9RtEmjKBwyy9b5TvU1PRtD5BkdaUNAkluwiFxaaGW5p2Ub5uENp0khuhn5bWGErt93F3F7DSjL55BKCdhuG25hsDtjX5XjOBI8Ksc1xiKppu0exra7rVP3Srgm8dTmF31Zp+TV6vWANgO0KvYWPrFZTF2AcD6B8h7Dbmi/5l0RLGaoOjLT+/MyzeMLzL499+8w333XsPBYWFjBw5imOOPZaizp09az/d1dXV8f777/Hm6697cnRbU+Nsg8ttg/Yy6ieEcGl9hPAHoZGxxlO8HbQ+IDztUAqaTOTujjISBVAR4XNrDx05/AGYYfq5KobwB9CQkfJ0aO1hY3sJjeQ13u1cAweEP2C/u+7aONYvblYKlKZfHG/pTS8pcxD+IDQy+42hMG1NYZTnlwDYRhSguNP2cZq2ucO02OFh2xU7dvDKy4t45eVF9OnTlx+NHMHIUUfTvn2kFREimlUrV/LJJx/z0YcfUltb63n7PTXcZvs4RHb4CiE8sEVBWYTw1zdMSMgPE54sQruMOzT6t3BTuwr2rWfbHaE/RQ73QAbR1EX4IGwQGvXLRpOhoeHg1LwIwadSQU6jr1VFuM02TKEGCR8QGx5jaqhR4R+z2VAURRnpjKRzo6nvvUQOfz5Cr3WkELvGUOQF7bCBuuF60YYcow3+EVT80bD5p4c7hRt8991avvtuLQueeYaDDj6YUUcfw6HDh+P3p2rpTW+sXv0tHy9ZwtJPP2Xnzp3NXxCnn1sGl8omDyGERypVKAiE003/MM3ZWMTwZECHRm9L4ZYt5egfRs8CYb7eOCDGSkcIfz21ppdN2K9mEgpoTdcK7lCKnvqHbzBcAFRAjq1BRd680t/WdKn/og18p0KBr6nNBuQ281Y+1NZk1rflY/9C2JsVYdccNl4naGnNN6aqH6X9QR2w3VB0jvBNSABsg9qjuME2OcdW/N60+czjTSINlpeWsry0lKzMLA474ghGjhrF4CFDEvJcyei7tWv5+OOP+PSTT6jY4eWY7IHOsA1m2AadZLpXCOGRamCVET7EFEbYaAChHb85HDiCtwNF7/rWauCAdYIAeY2eLVzzXq5mztThw1+DAq2paRKKGk4faQhZVeFCLOGnoRszmvy9n4adHBg4d4aZOm8qS0cOxZVhQmUm0KfRi2sqRX8bKs0DX/MKhQTAZDQQgwctg8XY3GdarElQNqjdW8viD95n8Qfv06FDB4YffjhDhgxlyLChZGfFspcoNVRXV7Ni+XK+XPEly0tL2VVVlfDn/LGtuNQ2KZbgJ4Tw0F5CmybCTQ3mACVWaIQrkkJbs7tJ+NjTqNxLpJ2o+Y0SiE9zQEKz6v+0xDxHoQ2bwjxRpYIiHTnEFtjxDbrkhAmcdXG19INwi4xywgRfP6GfS9MAupfIAVQCYBIYhcEoy2CRsnnIsNiSwKxQVVXFO2+/zTtvvw1Av/79GTJ0KMMOOpj+/fsn7olbyaqVK1nx5Zes+HI569evb7HnPcSG67SPQbLOTwjhsSDwlXHgTl4IhYTBlm52hKujhnB3xEoFXfQP9fUay2D/NYIZhEmAhK6NtjnBKx3q+9Q0hFXUB8CKCC9Bxzj7FmkhlZvAG64rkdoKF+isKD9mCYBJZKw2ONkyWGjYPKGsiL+8XlqzejVrVq9m0Ysv4vf76dmrF8XFxfTqXUyv3r0pLi5OfCc8UrZhA2Uby9hYVsb6detY/e23BAKx7CvzTolWXG4bjJSyLkKIBNBa87Wp2BPm/cEkVFw5lrPDswk/DdwQnnaGCZCFTUbO8jRsD9OP9UqRrxNz6khTnbRmU5O+VtZPy1aG+R5CG0riE260TuFutNPPgaOUkbYehgv80X7WEgCTTAYwyTaYhMFLyuJJZbO2hbJEIBBg7Zo1rF2zZr9/79W7N127daNr16507dKVzl260LsVg+GWzZvZvmN7KPCt38Cm7zexoQVH98IZqhVTbIPjJPgJIRJog6nCBhsFDLJD9fliVRRmGninUlQoHXZquelas0INazlwFGuPghWGosTWYU/c2E1o1CwvzNec6hxmGjhI6GzicKOYnXV8w381QEW4QNno75EGXQNEXgOYo2Fvk+uq6k9paVzHY4cKP93cPsr3IwEwiZ2uTU7XJottmydMm08TtFmkORvWrw8bsAoKCijq0oWc9u1pn5NDbk4OOTm5ob/n5pKVlYXP7yczIwO/309mZiY+v5+srNB/hdqaGgKBAIFAgGAwuO/vgUCA2tpatm3byvby7ezYvp2KygrKy8tbZN2eE0fbiotsg8Na5LOuECKdVRO53Es2odG7SDNHfh0qQdVYUf00cOOwZwHfhdmY0J796+tBaMCiW5gROAiFmE9NVX9Em8bQEFShncXVhDZWHBrm9BGn2gEd9IG7fdeEOZ5OQbPFkxs0lMkxCL3u30fYbNN4PaEZoe01pqK7rTEJjeLlNxqF7Kg128O8fl+aip526PWpJnKpmMIoO5AlAKaAhjWCq5TmGWXxsofFpN2oqKigoqKitbvRKk63DS6yDdncIYRoMduifM7cA+yJtu5PQZG1/4icj9CI2PdNrgs31dg1wsaJnjZUmAduTmiwU8FO1AFLBRvO58324O2su9YH7PYN9z101DriOr6mKqMcydbAhP3K7GRrjeLAoFhNqHBzg85aM6A+uHXSsLH+MY0FCR/EG8vXer81mU3JsEQKGaQVt9k+Xgv6uMI2D/g0JxKrvYZJluLloJ9bZGevEKKFRToDOFbhQloPu/k1bH4ij5z5CB37Fs9IXsMIlds7aaE+cHQynO4el97tb+8fKE2l6BTDFHOgyXc8yIo9mDbIhH0hMhIJgCkoD8Vk2+A5y899lsmJtgSRRDpcK260TF60fFypfXRs7Q4JIdJSjssP/eFCRgahIBPtXaSbHX1DRwah6dwe9dOcscjXmk6NiiO7na4saSZE5cUYEmPhAwbbP/S/sT42za7DLGwSErOAQyw75jWRBVpzSAybfVR5jwEyTpQGytG8pmz+o2xKJfa7drANp2iTH2tDAp8Qok2wgWVG+B3A0ZhAkdb0izJi9L0KfyauDzjc0jEHtCChncFVCqqVoq7+3wxCATRHh6Zim4anCuA7U1FLaETQD/SzNQUOEkw1sCzM2j+AgyMc2RYAPjbDn3hiqR+mkv1AO63J16HNMNGCrk3oeL7tKvSzChJ6fBahY+DCnc7SYKdqeP1CZX7s+mszgVxbU6SJ+eg5CYBpaDvwpmHzlrJZ2kobR5LRQVpxsq04WZsS+oQQaWM3oU0H4Xb+9rE13ZPgbSQIlJoq7DR3odYMjhB+IwXAxkfBJSvZBJKGOgLjbYPxGFSieVtp/qtsPlU2e5spDppOsjQcoRUjtcFxWtFV1vQJIdLMLuCrCOGvHUQdrWorAoQKY4cLfwZQ7PHav2QhATDN5aM4WyvOrq9Pt0TZfKA0i5VmXRqODg7UipFaMdJWHCFLZIUQaWyHgq8NFfZMX4C+zawNbAtqgBVm+FNRgH2lVNKRBECxnxHaYISG2cD3aN4zNEuxWaU0G9v6//Q4dNOKYRpGasVobZDf5m9nQgjRMtZECX89bU1eEowRbDDCl3yBUKHp5qplqAjH2aUCCYAiom4ozrMV59WPhO3WmuWG5kulWY5mhdLN1kFqS/rpUKmcQVoxUCsGo2ifov+xhRDCrc62DltguLPW9E6C8Aehk0DKw+zIaE+ovEpzfCh8uC+x0xbJJhDhSgWaMgXr0WxEs0FBmQr9PdwxO4nWRUNnFEU6tDalJ6GwNxAjpvMvhRBChGit2WAothmKIKHTKbra+oAj39q6bQo2GqEdxJlAR7u+JE2Ma94bdiDvJTQWmAH0tTT5Cetxy5AAKBJmL7AZTTmarQrKlWYLmnJCW9mj/eL5dGhbfYZS+HXoP5yfUB2nTA2ZKPJRFBHact8ZRZGM5gkhhBAxkSlgkTCZQDEqdCKGJnriE0IIIUSLkW2OQgghhBBpRgKgEEIIIUSakQAohBBCCJFmJAAKIYQQQqQZCYBCCCGEEGnm/wMeymTgzul6fgAAAgppVFh0WE1MOmNvbS5hZG9iZS54bXAAAAAAADw/eHBhY2tldCBiZWdpbj0n77u/JyBpZD0nVzVNME1wQ2VoaUh6cmVTek5UY3prYzlkJz8+Cjx4OnhtcG1ldGEgeG1sbnM6eD0nYWRvYmU6bnM6bWV0YS8nIHg6eG1wdGs9J0ltYWdlOjpFeGlmVG9vbCAxMC4xMCc+CjxyZGY6UkRGIHhtbG5zOnJkZj0naHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyc+CgogPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9JycKICB4bWxuczpwZGY9J2h0dHA6Ly9ucy5hZG9iZS5jb20vcGRmLzEuMy8nPgogIDxwZGY6QXV0aG9yPlpZSU5DPC9wZGY6QXV0aG9yPgogPC9yZGY6RGVzY3JpcHRpb24+CgogPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9JycKICB4bWxuczp4bXA9J2h0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8nPgogIDx4bXA6Q3JlYXRvclRvb2w+Q2FudmE8L3htcDpDcmVhdG9yVG9vbD4KIDwvcmRmOkRlc2NyaXB0aW9uPgo8L3JkZjpSREY+CjwveDp4bXBtZXRhPgo8P3hwYWNrZXQgZW5kPSdyJz8+eOcfGAAAAABJRU5ErkJggg=="/&gt;
<h3>How Trump's Tariffs Might Influence The Housing Market</h3>
Lockheed and the Filecoin Foundation are working together to deploy the IPFS in space. If profitable, the expertise would eliminate delays in transmitting data between Earth and space. Arthur Breitman, the founder of Tezos and the architect of on-chain governance, first suggested Tezos ready paper revealed in August 2014. The Breitmans founded Dynamic Ledger Solutions in 2015, and DLS was liable for constructing the original code for Tezos.

Before choosing an exchange, you must make positive that its options match your needs. NFTs and metaverses seem to be the future of human interplay, and if speculations are right, the world could be sitting on an invention that can turn out to be as big as the Web. Web three promises virtual realities, augmented realities, and will discover the nuances of human interplay. Imagine getting from work, putting in your VR headset, and getting lost in a new sitting room. Imagine the great point about your 45-inch tv which you purchased from a kid in China for just $15. The metaverse could possibly be the lengthy run, and MANA?a native metaverse token will remain as one of many web3 cryptos if that future becomes a reality.